{
 "metadata": {
  "language_info": {
   "codemirror_mode": {
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   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.8.5-final"
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  "orig_nbformat": 2,
  "kernelspec": {
   "name": "python3",
   "display_name": "Python 3.8.5 64-bit ('base': conda)",
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 "cells": [
  {
   "cell_type": "code",
   "execution_count": 180,
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "\n",
    "import torch\n",
    "import torch.nn as nn\n",
    "import torch.nn.functional as F\n",
    "\n",
    "from torch.utils.data import Dataset, DataLoader\n",
    "from torchvision import transforms\n",
    "from PIL import Image\n",
    "\n",
    "import matplotlib.pyplot as plt\n",
    "import pandas as pd"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "IMG_SIZE = 128\n",
    "NUM_CLASSES = 3 # Background, cytoplasm, nuclei\n",
    "N_CHANNELS = 3  # R,G,B\n",
    "BATCH_SIZE = 8\n",
    "\n",
    "seed = 909\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 122,
   "metadata": {},
   "outputs": [],
   "source": [
    "class DownsampleLayer(nn.Module):\n",
    "    def __init__(self,in_ch,out_ch):\n",
    "        super(DownsampleLayer, self).__init__()\n",
    "        self.conv_bn_relu_2=nn.Sequential(\n",
    "            nn.Conv2d(in_channels=in_ch, out_channels=out_ch, kernel_size=3, padding=1),\n",
    "            nn.BatchNorm2d(out_ch), nn.ReLU(),\n",
    "            nn.Conv2d(in_channels=out_ch, out_channels=out_ch, kernel_size=3, padding=1),\n",
    "            nn.BatchNorm2d(out_ch), nn.ReLU()\n",
    "        )\n",
    "        self.downsample=nn.Sequential(\n",
    "            nn.Conv2d(in_channels=out_ch,out_channels=out_ch,kernel_size=3,stride=2,padding=1),\n",
    "            nn.BatchNorm2d(out_ch), nn.ReLU()\n",
    "        )\n",
    "\n",
    "    def forward(self,x):\n",
    "        out=self.conv_bn_relu_2(x)\n",
    "        out_2=self.downsample(out)\n",
    "        return out,out_2\n",
    "\n",
    "class UpSampleLayer(nn.Module):\n",
    "    def __init__(self,in_ch,out_ch):\n",
    "        super(UpSampleLayer, self).__init__()\n",
    "        self.conv_bn_relu_2 = nn.Sequential(\n",
    "            nn.Conv2d(in_channels=in_ch, out_channels=out_ch*2, kernel_size=3, stride=1,padding=1),\n",
    "            nn.BatchNorm2d(out_ch*2), nn.ReLU(),\n",
    "            nn.Conv2d(in_channels=out_ch*2, out_channels=out_ch*2, kernel_size=3,stride=1,padding=1),\n",
    "            nn.BatchNorm2d(out_ch*2), nn.ReLU()\n",
    "        )\n",
    "        self.upsample=nn.Sequential(\n",
    "            nn.ConvTranspose2d(in_channels=out_ch*2,out_channels=out_ch,kernel_size=3,stride=2,padding=1,output_padding=1),\n",
    "            nn.BatchNorm2d(out_ch), nn.ReLU()\n",
    "        )\n",
    "\n",
    "    def forward(self,x,out):\n",
    "        x_out=self.conv_bn_relu_2(x)\n",
    "        x_out=self.upsample(x_out)\n",
    "        cat_out=torch.cat((x_out,out),dim=1)\n",
    "        return cat_out\n",
    "\n",
    "out_channels=[2**(i+4) for i in range(5)]\n",
    "\n",
    "class UNet(nn.Module):\n",
    "    def __init__(self):\n",
    "        super(UNet, self).__init__()\n",
    "        out_channels=[2**(i+4) for i in range(5)] #[16, 32, 64, 128, 256]\n",
    "        #下采样\n",
    "        self.d1=DownsampleLayer(3,out_channels[0])#3-16\n",
    "        self.d2=DownsampleLayer(out_channels[0], out_channels[1])#16-32\n",
    "        self.d3=DownsampleLayer(out_channels[1], out_channels[2])#32-64\n",
    "        self.d4=DownsampleLayer(out_channels[2], out_channels[3])#128-256\n",
    "        #上采样\n",
    "        self.u1=UpSampleLayer(out_channels[3], out_channels[3])#256-512-256\n",
    "        self.u2=UpSampleLayer(out_channels[4], out_channels[2])#256-128-64*2\n",
    "        self.u3=UpSampleLayer(out_channels[3], out_channels[1])#128-64-32*2\n",
    "        self.u4=UpSampleLayer(out_channels[2], out_channels[0])#64-32-16*2\n",
    "        self.conv1 = nn.Conv2d(out_channels[1], out_channels[0], (3, 3), padding=1)\n",
    "        self.conv2 = nn.Conv2d(out_channels[0], 1, (3, 3), padding=1)\n",
    "\n",
    "        #输出\n",
    "    def forward(self,x):\n",
    "        skip1, out1 = self.d1(x)\n",
    "        skip2, out2 = self.d2(out1)\n",
    "        skip3, out3 = self.d3(out2)\n",
    "        skip4, out4 = self.d4(out3)\n",
    "        out5 = self.u1(out4, skip4)\n",
    "        out6 = self.u2(out5, skip3)\n",
    "        out7 = self.u3(out6, skip2)\n",
    "        out8 = self.u4(out7, skip1)\n",
    "        out = self.conv1(out8)\n",
    "        out = torch.relu(out)\n",
    "        out = self.conv2(out)\n",
    "        return out\n",
    "\n",
    "classifier = nn.Sequential(\n",
    "    nn.Conv2d(1, out_channels[0],kernel_size=3,stride=1,padding=1),\n",
    "    nn.BatchNorm2d(out_channels[0]),\n",
    "    nn.ReLU(),\n",
    "    nn.Conv2d(out_channels[0], out_channels[0], kernel_size=3, stride=1, padding=1),\n",
    "    nn.BatchNorm2d(out_channels[0]),\n",
    "    nn.ReLU(),\n",
    "    nn.Conv2d(out_channels[0],3,3,1,1),\n",
    "    nn.Sigmoid(),\n",
    ")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 123,
   "metadata": {},
   "outputs": [],
   "source": [
    "unet = UNet()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 124,
   "metadata": {},
   "outputs": [],
   "source": [
    "data = torch.rand((2, 3, 128, 128))\n",
    "data2 = torch.rand((1, 3, 128, 128))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 173,
   "metadata": {},
   "outputs": [],
   "source": [
    "class MyDataset(Dataset):\n",
    "    def __init__(self, img_path, label_path, transform = None, target_transform = None):\n",
    "\n",
    "        df = pd.read_csv(label_path)\n",
    "        imgs = []\n",
    "        for i in range(df.shape[0]):\n",
    "            imgs.append((img_path + '{:0>3d}.bmp'.format(df['image ID'][i]),\n",
    "                img_path + '{:0>3d}.png'.format(df['image ID'][i]), \n",
    "                int(df['class label'][i])))\n",
    "        \n",
    "        self.imgs = imgs\n",
    "        self.transform = transform\n",
    "        self.target_transform = target_transform\n",
    "    def __getitem__(self, index):\n",
    "        fn1, fn2, label = self.imgs[index]\n",
    "        img = Image.open(fn1).convert('RGB') \n",
    "        seg_img = Image.open(fn2)\n",
    "        if self.transform is not None:\n",
    "            img = self.transform(img) \n",
    "        if self.transform is not None:\n",
    "            seg_img = self.transform(seg_img)\n",
    "            \n",
    "        return img, seg_img, label\n",
    "    def __len__(self):\n",
    "        return len(self.imgs)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 186,
   "metadata": {},
   "outputs": [],
   "source": [
    "tp = transforms.ToPILImage()\n",
    "tt = transforms.ToTensor()\n",
    "transform = transforms.Compose([\n",
    "    transforms.ToTensor(),  # 将图片转换为Tensor,归一化至[0,1]\n",
    "])\n",
    "\n",
    "training_set = MyDataset(\"./segmentation_WBC-master/Dataset 1/\", \"./segmentation_WBC-master/Class Labels of Dataset 1.csv\", transform)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 189,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "data": {
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\n"
     },
     "metadata": {
      "needs_background": "light"
     }
    }
   ],
   "source": [
    "plt.imshow(tp(training_set[1][0]))\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 185,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ]
}